The spectral element method (SEM) on variable-resolution grids: evaluating grid sensitivity and resolution-aware numerical viscosity

Guba, O.; Taylor, M. A.; Ullrich, P. A.; Overfelt, J. R.; Levy, M. N.

doi:10.5194/gmd-7-2803-2014

Articles | Volume 7, issue 6

https://doi.org/10.5194/gmd-7-2803-2014

© Author(s) 2014. This work is distributed under
the Creative Commons Attribution 3.0 License.

Special issue:

Isaac Newton Institute programme on multiscale numerics for...

https://doi.org/10.5194/gmd-7-2803-2014

© Author(s) 2014. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 7, issue 6

Development and technical paper

|

27 Nov 2014

Development and technical paper |

| 27 Nov 2014

The spectral element method (SEM) on variable-resolution grids: evaluating grid sensitivity and resolution-aware numerical viscosity

O. Guba, M. A. Taylor, P. A. Ullrich, J. R. Overfelt, and M. N. Levy

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Total article views: 28,289 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
4,443	23,550	296	28,289	300	350

HTML: 4,443
PDF: 23,550
XML: 296
Total: 28,289
BibTeX: 300
EndNote: 350

Views and downloads (calculated since 25 Jun 2014)

Month	HTML	PDF	XML	Total
Jun 2014	39	22	2	63
Jul 2014	46	4,870	0	4,916
Aug 2014	20	6,132	2	6,154
Sep 2014	33	4,144	6	4,183
Oct 2014	14	2,077	1	2,092
Nov 2014	60	1,568	3	1,631
Dec 2014	64	1,775	4	1,843
Jan 2015	20	227	2	249
Feb 2015	20	63	0	83
Mar 2015	27	64	0	91
Apr 2015	40	66	4	110
May 2015	22	69	1	92
Jun 2015	31	62	0	93
Jul 2015	40	84	0	124
Aug 2015	21	59	2	82
Sep 2015	15	17	3	35
Oct 2015	27	12	4	43
Nov 2015	20	9	0	29
Dec 2015	12	18	0	30
Jan 2016	23	18	0	41
Feb 2016	17	9	1	27
Mar 2016	12	25	0	37
Apr 2016	11	14	0	25
May 2016	16	14	9	39
Jun 2016	12	15	5	32
Jul 2016	13	6	3	22
Aug 2016	14	6	2	22
Sep 2016	12	7	6	25
Oct 2016	10	9	4	23
Nov 2016	13	9	4	26
Dec 2016	6	4	0	10
Jan 2017	47	25	15	87
Feb 2017	41	27	12	80
Mar 2017	50	32	11	93
Apr 2017	71	26	17	114
May 2017	77	39	19	135
Jun 2017	70	33	15	118
Jul 2017	23	17	3	43
Aug 2017	12	47	0	59
Sep 2017	19	23	1	43
Oct 2017	14	19	1	34
Nov 2017	19	32	0	51
Dec 2017	18	28	1	47
Jan 2018	24	31	2	57
Feb 2018	23	33	3	59
Mar 2018	25	47	0	72
Apr 2018	10	38	1	49
May 2018	20	36	0	56
Jun 2018	21	37	0	58
Jul 2018	18	38	2	58
Aug 2018	21	35	1	57
Sep 2018	15	28	0	43
Oct 2018	19	36	0	55
Nov 2018	27	39	4	70
Dec 2018	10	37	1	48
Jan 2019	19	27	0	46
Feb 2019	10	13	0	23
Mar 2019	11	25	0	36
Apr 2019	9	30	2	41
May 2019	11	18	0	29
Jun 2019	14	29	0	43
Jul 2019	15	30	0	45
Aug 2019	9	33	0	42
Sep 2019	7	27	0	34
Oct 2019	17	25	0	42
Nov 2019	6	17	0	23
Dec 2019	16	22	2	40
Jan 2020	14	12	2	28
Feb 2020	12	3	0	15
Mar 2020	8	9	1	18
Apr 2020	6	6	0	12
May 2020	14	5	0	19
Jun 2020	16	14	0	30
Jul 2020	48	39	31	118
Aug 2020	8	3	3	14
Sep 2020	7	6	0	13
Oct 2020	12	8	1	21
Nov 2020	12	7	0	19
Dec 2020	13	14	0	27
Jan 2021	27	16	0	43
Feb 2021	10	9	0	19
Mar 2021	11	14	0	25
Apr 2021	22	16	0	38
May 2021	8	11	0	19
Jun 2021	7	10	0	17
Jul 2021	10	16	1	27
Aug 2021	9	10	0	19
Sep 2021	12	17	0	29
Oct 2021	13	31	0	44
Nov 2021	17	23	0	40
Dec 2021	18	18	2	38
Jan 2022	17	17	0	34
Feb 2022	15	12	1	28
Mar 2022	14	12	1	27
Apr 2022	38	16	0	54
May 2022	34	5	1	40
Jun 2022	37	5	1	43
Jul 2022	36	21	0	57
Aug 2022	44	8	2	54
Sep 2022	33	5	0	38
Oct 2022	39	7	3	49
Nov 2022	46	13	0	59
Dec 2022	42	11	0	53
Jan 2023	37	13	0	50
Feb 2023	51	12	0	63
Mar 2023	52	5	1	58
Apr 2023	33	8	0	41
May 2023	43	15	0	58
Jun 2023	43	12	2	57
Jul 2023	36	13	2	51
Aug 2023	45	10	1	56
Sep 2023	43	8	1	52
Oct 2023	56	10	2	68
Nov 2023	40	10	0	50
Dec 2023	45	13	4	62
Jan 2024	50	7	3	60
Feb 2024	47	8	2	57
Mar 2024	49	19	1	69
Apr 2024	58	15	10	83
May 2024	26	10	8	44
Jun 2024	55	18	2	75
Jul 2024	27	13	2	42
Aug 2024	33	6	0	39
Sep 2024	21	11	0	32
Oct 2024	31	14	0	45
Nov 2024	40	11	1	52
Dec 2024	40	10	1	51
Jan 2025	52	18	0	70
Feb 2025	58	18	3	79
Mar 2025	98	12	3	113
Apr 2025	105	26	0	131
May 2025	76	15	0	91
Jun 2025	91	32	1	124
Jul 2025	103	24	4	131
Aug 2025	113	13	1	127
Sep 2025	91	24	0	115
Oct 2025	116	38	3	157
Nov 2025	161	30	3	194
Dec 2025	81	27	4	112

Cumulative views and downloads (calculated since 25 Jun 2014)

Month	HTML	PDF	XML	Total
Jun 2014	39	22	2	63
Jul 2014	46	4,870	0	4,916
Aug 2014	20	6,132	2	6,154
Sep 2014	33	4,144	6	4,183
Oct 2014	14	2,077	1	2,092
Nov 2014	60	1,568	3	1,631
Dec 2014	64	1,775	4	1,843
Jan 2015	20	227	2	249
Feb 2015	20	63	0	83
Mar 2015	27	64	0	91
Apr 2015	40	66	4	110
May 2015	22	69	1	92
Jun 2015	31	62	0	93
Jul 2015	40	84	0	124
Aug 2015	21	59	2	82
Sep 2015	15	17	3	35
Oct 2015	27	12	4	43
Nov 2015	20	9	0	29
Dec 2015	12	18	0	30
Jan 2016	23	18	0	41
Feb 2016	17	9	1	27
Mar 2016	12	25	0	37
Apr 2016	11	14	0	25
May 2016	16	14	9	39
Jun 2016	12	15	5	32
Jul 2016	13	6	3	22
Aug 2016	14	6	2	22
Sep 2016	12	7	6	25
Oct 2016	10	9	4	23
Nov 2016	13	9	4	26
Dec 2016	6	4	0	10
Jan 2017	47	25	15	87
Feb 2017	41	27	12	80
Mar 2017	50	32	11	93
Apr 2017	71	26	17	114
May 2017	77	39	19	135
Jun 2017	70	33	15	118
Jul 2017	23	17	3	43
Aug 2017	12	47	0	59
Sep 2017	19	23	1	43
Oct 2017	14	19	1	34
Nov 2017	19	32	0	51
Dec 2017	18	28	1	47
Jan 2018	24	31	2	57
Feb 2018	23	33	3	59
Mar 2018	25	47	0	72
Apr 2018	10	38	1	49
May 2018	20	36	0	56
Jun 2018	21	37	0	58
Jul 2018	18	38	2	58
Aug 2018	21	35	1	57
Sep 2018	15	28	0	43
Oct 2018	19	36	0	55
Nov 2018	27	39	4	70
Dec 2018	10	37	1	48
Jan 2019	19	27	0	46
Feb 2019	10	13	0	23
Mar 2019	11	25	0	36
Apr 2019	9	30	2	41
May 2019	11	18	0	29
Jun 2019	14	29	0	43
Jul 2019	15	30	0	45
Aug 2019	9	33	0	42
Sep 2019	7	27	0	34
Oct 2019	17	25	0	42
Nov 2019	6	17	0	23
Dec 2019	16	22	2	40
Jan 2020	14	12	2	28
Feb 2020	12	3	0	15
Mar 2020	8	9	1	18
Apr 2020	6	6	0	12
May 2020	14	5	0	19
Jun 2020	16	14	0	30
Jul 2020	48	39	31	118
Aug 2020	8	3	3	14
Sep 2020	7	6	0	13
Oct 2020	12	8	1	21
Nov 2020	12	7	0	19
Dec 2020	13	14	0	27
Jan 2021	27	16	0	43
Feb 2021	10	9	0	19
Mar 2021	11	14	0	25
Apr 2021	22	16	0	38
May 2021	8	11	0	19
Jun 2021	7	10	0	17
Jul 2021	10	16	1	27
Aug 2021	9	10	0	19
Sep 2021	12	17	0	29
Oct 2021	13	31	0	44
Nov 2021	17	23	0	40
Dec 2021	18	18	2	38
Jan 2022	17	17	0	34
Feb 2022	15	12	1	28
Mar 2022	14	12	1	27
Apr 2022	38	16	0	54
May 2022	34	5	1	40
Jun 2022	37	5	1	43
Jul 2022	36	21	0	57
Aug 2022	44	8	2	54
Sep 2022	33	5	0	38
Oct 2022	39	7	3	49
Nov 2022	46	13	0	59
Dec 2022	42	11	0	53
Jan 2023	37	13	0	50
Feb 2023	51	12	0	63
Mar 2023	52	5	1	58
Apr 2023	33	8	0	41
May 2023	43	15	0	58
Jun 2023	43	12	2	57
Jul 2023	36	13	2	51
Aug 2023	45	10	1	56
Sep 2023	43	8	1	52
Oct 2023	56	10	2	68
Nov 2023	40	10	0	50
Dec 2023	45	13	4	62
Jan 2024	50	7	3	60
Feb 2024	47	8	2	57
Mar 2024	49	19	1	69
Apr 2024	58	15	10	83
May 2024	26	10	8	44
Jun 2024	55	18	2	75
Jul 2024	27	13	2	42
Aug 2024	33	6	0	39
Sep 2024	21	11	0	32
Oct 2024	31	14	0	45
Nov 2024	40	11	1	52
Dec 2024	40	10	1	51
Jan 2025	52	18	0	70
Feb 2025	58	18	3	79
Mar 2025	98	12	3	113
Apr 2025	105	26	0	131
May 2025	76	15	0	91
Jun 2025	91	32	1	124
Jul 2025	103	24	4	131
Aug 2025	113	13	1	127
Sep 2025	91	24	0	115
Oct 2025	116	38	3	157
Nov 2025	161	30	3	194
Dec 2025	81	27	4	112

Latest update: 26 Dec 2025